Question

write two ratios that are equivalent to 3:1
SHOW WORK PLEASE HOW U GOT IT

Answer 1

can you write 3:1 as a fraction?

Answer 2

no only ratios

Answer 3

I mean, write 3:1 as a fraction (it will make the work easier)

Answer 4

okay but the ratios will be like

Answer 5

do the work in every way

Answer 6

but the ratios should have two dots in middle like ex:3:1

Answer 7

yes. But to do this problem, write 3:1 as a fraction (as the first step)

Answer 8

okay

Answer 9

\[ \frac{3}{1} \]
now to find other fractions that have the same value, multiply the top and bottom by the same number. For example, we can multiply top and bottom by 2:
\[ \frac{3 \cdot 2}{1 \cdot 2}= \frac{6}{2} \]
6/2 is another ratio that means the same thing as 3/1
we can write it as 6:2

now find another ratio (multiply top and bottom by a different number than 2)

Answer 10

how many ratios are there could please write them down 6:2 and

Answer 11

there are as many ratios (that are the same as 3:1) as numbers you can think of.
(infinite number)

do you understand:
\[ \frac{3 \cdot n}{1 \cdot n}= \]
replace the "n" with a number
can you do that ?

Answer 12

oh i get it

Answer 13

yes

Answer 14

alot more better

Answer 15

what do you get if you replace "n" with 3 ?

Answer 16

u get 3

Answer 17

like this:
\[ \frac{3 \cdot n}{1 \cdot n} \\ \text{ replace n with 3. You get }\\ \frac{3 \cdot 3}{1 \cdot 3}= \]

Answer 18

now simplify the top. what is 3 times 3 ?
simplify the bottom. what is 1 times 3 ?

Answer 19

9 and 3

Answer 20

yes, but write it 9/3 or 9:3

Answer 21

okay very helpful

Answer 22

let's find one more. what do you get if you replace n with 4 ?

Answer 23

not sure about it 2

Answer 24

\[ \frac{3 \cdot n}{1 \cdot n} \\ \text{ replace n with 4. You get ?}\]

Answer 25

12:4

Answer 26

yes.

Answer 27

i am posting something new

Answer 28

ok